{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "e15861b4",
   "metadata": {},
   "source": [
    "案例描述：导入《用户表》数据【数据上传至学习平台本章节中】，进行如下操作：\n",
    "1.将 user_id 一列从 1 开始递增，替换原有一列错误数据，在原数据上进行修改（原数据该列存在重复值）\n",
    "2.将 user_name 一列中的中文字符提取出来替换原有该列数据\n",
    "3.将 chanel_id 一列不同渠道占比以饼状图形式进行呈现,并将渠道名称、渠道名称对应的占比情况（保留一位\n",
    "小数即可）也呈现在饼状图上\n",
    "4.绘制柱状图，展现 system 中不同系统的数量情况，并且在每一个柱子上方标明系统数量值\n",
    "5.根据 age 年龄一列，绘制年龄分布直方图\n",
    "6.绘制柱状图，展现 platform 中不同平台的数量情况，并且在每一个柱子上方标明数量值\n",
    "7.中国电信号段：[133,149,153,173,177,180,181,189,191,199]；\n",
    "中国联通号段：[130,131,132,145,155,156,166,171,175,176,185,186]；\n",
    "中国移动号段：\n",
    "[134,135,136,137,138,139,147,150,151,152,157,158,159,172,178,182,183,184,187,188,198]；\n",
    "以上是三大运营商的部分号段，现新增一列运营商类型一列，如果号段在中国电信号段中，则填写中国电信，依\n",
    "次类推，如果数据中存在号段在以上所给号段中均找不到的情况，则填写其他，最后根据运营商类型字段进行分\n",
    "组，绘制柱状图，展现三大运营商占有用户数量情况，并且在每一个柱子上方标明数量值；\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 72,
   "id": "392988d7",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "     user_id user_name    chanel_id   city_id   system             IMEI  age  \\\n",
      "0          1        张彬     guide_02  city0480  Android  878697695424925   19   \n",
      "1          2        朱洁  platform_01  city0038   Others  872497106321477   50   \n",
      "2          3        那文    search_01  city0054      IOS  877746318253724   19   \n",
      "3          4       韩金凤    search_01  city0466       PC  872746594184694   49   \n",
      "4          5        赵伟     guide_02  city0037       PC  872614008637508   30   \n",
      "..       ...       ...          ...       ...      ...              ...  ...   \n",
      "163      164        华佳    search_02  city0257      IOS  874557516789770   18   \n",
      "164      165       胡雪梅  platform_01  city0075       PC  873411295606408   36   \n",
      "165      166       易婷婷     guide_03  city0029       PC  870640569926414   50   \n",
      "166      167        徐帆     guide_02  city0388      IOS  872952049638870   45   \n",
      "167      168        乔鹏    search_03  city0073       PC  874246261491881   42   \n",
      "\n",
      "        phonenum platform  \n",
      "0    187****9863      APP  \n",
      "1    189****3565      APP  \n",
      "2    198****4584      APP  \n",
      "3    152****9429       PC  \n",
      "4    158****6416       PC  \n",
      "..           ...      ...  \n",
      "163  133****0176      APP  \n",
      "164  157****5988       PC  \n",
      "165  196****5966       PC  \n",
      "166  190****4764      APP  \n",
      "167  158****8922       PC  \n",
      "\n",
      "[168 rows x 9 columns]\n"
     ]
    },
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 1600x640 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 800x640 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1600x640 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0      187****9863\n",
      "1      189****3565\n",
      "2      198****4584\n",
      "3      152****9429\n",
      "4      158****6416\n",
      "          ...     \n",
      "163    133****0176\n",
      "164    157****5988\n",
      "165    196****5966\n",
      "166    190****4764\n",
      "167    158****8922\n",
      "Name: phonenum, Length: 168, dtype: object\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1600x640 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from matplotlib import pyplot as plt\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "\n",
    "# 1.将 user_id 一列从 1 开始递增，替换原有一列错误数据，在原数据上进行修改（原数据该列存在重复值）\n",
    "data=pd.read_excel(r'用户表.xlsx')\n",
    "# print(data)\n",
    "data.user_id=[i for i in range(1,data.shape[0]+1)]\n",
    "# print(data)\n",
    "# 2.将 user_name 一列中的中文字符提取出来替换原有该列数据\n",
    "#导入正则表达式re\n",
    "import re\n",
    "#匹配单个中文字符[\\u4e00-\\u9fa5]\n",
    "#join函数 以空格代替字符串中的中文字符\n",
    "data.user_name=data.user_name.apply(lambda x:''.join(re.findall(r'[\\u4e00-\\u9fa5]',x)))\n",
    "print(data)\n",
    "# 3.将 chanel_id 一列不同渠道占比以饼状图形式进行呈现,并将渠道名称、渠道名称对应的占比情况（保留一位\n",
    "# 小数即可）也呈现在饼状图上\n",
    "plt.figure(figsize=(20,8),dpi=80)\n",
    "#统计不同渠道的数量\n",
    "size=data.chanel_id.value_counts()\n",
    "# print(size)\n",
    "#统计不同渠道的名称\n",
    "label_list=size.index\n",
    "# print(label_list)\n",
    "#画图\n",
    "plt.pie(size,labels=label_list,labeldistance=1.1,autopct='%1.1f%%',shadow=False,startangle=60,pctdistance=0.6)\n",
    "plt.show()\n",
    "# 4.绘制柱状图，展现 system 中不同系统的数量情况，并且在每一个柱子上方标明系统数量值\n",
    "plt.figure(figsize=(10,8),dpi=80)\n",
    "x_label=data.system.value_counts().index\n",
    "x_size=data.system.value_counts()\n",
    "reacts=plt.bar(x_label,x_size,width=0.4,color=['r','g','b'])\n",
    "#设置柱状图的文本显示\n",
    "for react in reacts:\n",
    "    height=react.get_height()\n",
    "    plt.text(react.get_x()+react.get_width()/2,height+0.6,str(height),ha='center',size=17)\n",
    "plt.show()\n",
    "# 5.根据 age 年龄一列，绘制年龄分布直方图\n",
    "plt.figure(figsize=(20,8),dpi=80)\n",
    "plt.hist(data.age,bins=30)\n",
    "plt.xticks(range(16,50,2))\n",
    "plt.grid(alpha=0.8)\n",
    "plt.show()\n",
    "# 7.中国电信号段：[133,149,153,173,177,180,181,189,191,199]；\n",
    "# 中国联通号段：[130,131,132,145,155,156,166,171,175,176,185,186]；\n",
    "# 中国移动号段：\n",
    "# [134,135,136,137,138,139,147,150,151,152,157,158,159,172,178,182,183,184,187,188,198]；\n",
    "print(data.phonenum)\n",
    "#判断号码\n",
    "def judgt(data):\n",
    "    if data in [133,149,153,173,177,180,181,189,191,199]:\n",
    "        return '中国电信'\n",
    "    elif data in [130,131,132,145,155,156,166,171,175,176,185,186]:\n",
    "        return '中国联通'\n",
    "    elif data in [134,135,136,137,138,139,147,150,151,152,157,158,159,172,178,182,183,184,187,188,198]:\n",
    "        return '中国移动'\n",
    "    else:\n",
    "        return '其他'\n",
    "#添加新的一列数据num_company\n",
    "data['num_company']=data.phonenum.str[0:3].astype(int).apply(judgt)\n",
    "# print(data.num_company)\n",
    "#绘制柱状图\n",
    "plt.figure(figsize=(20,8),dpi=80)\n",
    "com_name=data.num_company.value_counts().index\n",
    "# print(com_name)\n",
    "com_num=data.num_company.value_counts()\n",
    "# print(com_num)\n",
    "#设置中文字体\n",
    "from matplotlib import font_manager \n",
    "my_font=font_manager.FontProperties(fname='C:\\\\Windows\\\\Fonts\\\\simhei.ttf',size=18)\n",
    "#绘图\n",
    "barts=plt.bar(com_name,com_num,width=0.5,color=['r','g','b'])\n",
    "plt.xticks(range(len(com_name)),com_name,fontproperties=my_font)\n",
    "#设置条形文本显示\n",
    "for t in barts:\n",
    "    height=t.get_height()\n",
    "    plt.text(t.get_x()+t.get_width()/2,height+0.6,str(height),ha='center',size=17)\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "92b558e7",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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